Courses

Semester One

This course is focused on the following subjects: Methods of coordinates determination, Grid coordinates, Polar coordinates, Geographic coordinates system. Traversing, calculate of bearing length, horizontal angles form coordinates (Intersection, Trilateration, and Resection and Tienstra method). Area and volume; Method of area determination (regular area, irregular area, Trapezoidal area (AT), Simson’s rule (AS), area from coordinates, area from cross-section).Method of volume determination ( End method (VE), Simson’s rule for volume (Vs), Primordial correction (CP), Interpolation between successive cross-section for application of (Vs), Volume from spot height, volume from contour line). Curvature correction. Curves: Horizontal, vertical, reserve and transition curve. Method of layout of horizontal curve (Trigonometric levelling, layout of curve using polar coordinates. Tacheometric surveying: Vertical curve (Inaccessible), Curve to pass through a given point, Compound curve. Setting out of curve using coordinates. Two coordinates points, Control of surveying, Reduction to the centre, Resection by solution of triangles.

Engineering Statistics

Course Code
:
ES21ES
Units
:
2

Description
:

This course is concentrated in following subjects: Introduction, Parameters of statistic, General rules for constructing frequency table, confident of variation, probability theory and combination.

Map Projection

Course Code
:
ES21MP
Units
:
3

Description
:

This course is covered the following subjects: Cartography; Cartography Generalization; Method of cartography Generalization; Fundamental problems of Cartography; Map; Scale; Special referencing system; Geographic coordinates system; Gird System; Types of Grid System; Modelling of the Map; Grouping of Map Projection; Types of commonly used map projection; Map types; Topographic and Topological; Map Design; Cartography Errors; The distortion will have during the processing of cartography; Spatial Data (Vector data and Raster data); Types of map projection; Concepts of Geodesic; Gary level; The relation between the Radiation and the grid system; Method of measuring Area on the map projection (grid system); Technique of the symbology of the map projection; Measuring the arc length on earth surface; The measuring of map projection; Method of measuring a curve; Technique of showing the elevation on map projection; Reference coordinate system; The transformation from spherical coordinates to Cartesian coordinate system; The transformation from Cartesian coordinates to spherical coordinate system; The transformation from Geodetic to Cartesian coordinate system; The transformation from Cartesian to Geodetic coordinate system; Reference coordinate system in satellite geodesy; Contouring and topographic map; Computing of Non-geometrical shapes volume (V)

Data Processing I

Course Code
:
ES21DP
Units
:
2

Description
:

This course is covered the following subject in the first semester : visual Basic and Matlab; In the second semester: AutoCAD civil 3D 2015

Cadastral Surveying

Course Code
:
ES21CS
Units
:
3

Description
:

This course introduces the students the following subjects: Land law terms and definitions; Historical and background of land law in Iraq; Land ownership in Iraq under the Ottoman occupation; Land rights during the British mandate; Land right in an independent Iraq; The law of residential Re-subdivision; Subdivisions and Re-subdivision residential laws; Residential Re-subdivision laws; Local standards (Criteria); The surveyor’s roles in conflict resolution; The nature of property boundaries; Determine the root of the problem; How are boundaries created? How are boundaries established? The nature of real property conflicts Title conflicts (Deed conflicts, Location conflicts, Resolution through mediation, Resolution through Arbitration, Resolution through litigation). The second course will focus on Cadastral Surveying; Generic Block subdivision options; GOGO (By computer); Introduction to GOGO;What is GOGO? GOGO term definition.

Advanced Mathematics I

Course Code
:
ES21AM
Units
:
3

Description
:

This course is covered the subjects as follows: Vectors; Unit vector; The dot product; The cross product; Triple scalar or Box product; Lines and planes in space; Vector-Valued functions and motion in space; Curves in space and their tangents; Derivatives and motion; Vector function, position vector, velocity, speed magnitude, acceleration; Differentiation Rules for vector functions; Motion in the circle; Angle between the velocity and acceleration; Tangents to curves; Theory and examples; Motion along a circle; Integrals of vector function projectile motion; The vector and parametric equations for ideal projectile motion; Integrating vector-Valued functions; Initial value problems; Motion along a straight line; Projectile motion; Arc length in space; Unit tangent vector; Finding tangent vectors and length; Curvature and normal vectors of a curve; Curvature of a plane vector; Curvature and normal vectors for space curves; The TNB Frame; Finding the TNB Frame; Partial Derivatives; Limits and continuity in higher dimensions; First order partial Derivatives; Second order partial Derivatives; Partial Derivatives of still higher order; Tangent planes and differentials; Estimating the change in (f) in a direction (u); Linearization.

Semester Two

This course is focused on the following subjects: Methods of coordinates determination, Grid coordinates, Polar coordinates, Geographic coordinates system. Traversing, calculate of bearing length, horizontal angles form coordinates (Intersection, Trilateration, and Resection and Tienstra method). Area and volume; Method of area determination (regular area, irregular area, Trapezoidal area (AT), Simson’s rule (AS), area from coordinates, area from cross-section).Method of volume determination ( End method (VE), Simson’s rule for volume (Vs), Primordial correction (CP), Interpolation between successive cross-section for application of (Vs), Volume from spot height, volume from contour line). Curvature correction. Curves: Horizontal, vertical, reserve and transition curve. Method of layout of horizontal curve (Trigonometric levelling, layout of curve using polar coordinates. Tacheometric surveying: Vertical curve (Inaccessible), Curve to pass through a given point, Compound curve. Setting out of curve using coordinates. Two coordinates points, Control of surveying, Reduction to the centre, Resection by solution of triangles.

Cartography Science

Course Code
:
ES22CS
Units
:
3

Description
:

This course is covered the following subjects: Cartography; Cartography Generalization; Method of cartography Generalization; Fundamental problems of Cartography; Map; Scale; Special referencing system; Geographic coordinates system; Gird System; Types of Grid System; Modelling of the Map; Grouping of Map Projection; Types of commonly used map projection; Map types; Topographic and Topological; Map Design; Cartography Errors; The distortion will have during the processing of cartography; Spatial Data (Vector data and Raster data); Types of map projection; Concepts of Geodesic; Gary level; The relation between the Radiation and the grid system; Method of measuring Area on the map projection (grid system); Technique of the symbology of the map projection; Measuring the arc length on earth surface; The measuring of map projection; Method of measuring a curve; Technique of showing the elevation on map projection; Reference coordinate system; The transformation from spherical coordinates to Cartesian coordinate system; The transformation from Cartesian coordinates to spherical coordinate system; The transformation from Geodetic to Cartesian coordinate system; The transformation from Cartesian to Geodetic coordinate system; Reference coordinate system in satellite geodesy; Contouring and topographic map; Computing of Non-geometrical shapes volume (V)

Data Processing II

Course Code
:
ES22DP
Units
:
2

Description
:

This course is covered the following subject in the first semester : visual Basic and Matlab; In the second semester: AutoCAD civil 3D 2015

Land Law

Course Code
:
ES22LL
Units
:
2

Description
:

This course introduces the students the following subjects: Land law terms and definitions; Historical and background of land law in Iraq; Land ownership in Iraq under the Ottoman occupation; Land rights during the British mandate; Land right in an independent Iraq; The law of residential Re-subdivision; Subdivisions and Re-subdivision residential laws; Residential Re-subdivision laws; Local standards (Criteria); The surveyor’s roles in conflict resolution; The nature of property boundaries; Determine the root of the problem; How are boundaries created? How are boundaries established? The nature of real property conflicts Title conflicts (Deed conflicts, Location conflicts, Resolution through mediation, Resolution through Arbitration, Resolution through litigation). The second course will focus on Cadastral Surveying; Generic Block subdivision options; GOGO (By computer); Introduction to GOGO;What is GOGO? GOGO term definition.

Advanced Mathematics II (Spherical Triangles)

Course Code
:
ES22AM
Units
:
3

Description
:

This course is covered the subjects as follows: Vectors; Unit vector; The dot product; The cross product; Triple scalar or Box product; Lines and planes in space; Vector-Valued functions and motion in space; Curves in space and their tangents; Derivatives and motion; Vector function, position vector, velocity, speed magnitude, acceleration; Differentiation Rules for vector functions; Motion in the circle; Angle between the velocity and acceleration; Tangents to curves; Theory and examples; Motion along a circle; Integrals of vector function projectile motion; The vector and parametric equations for ideal projectile motion; Integrating vector-Valued functions; Initial value problems; Motion along a straight line; Projectile motion; Arc length in space; Unit tangent vector; Finding tangent vectors and length; Curvature and normal vectors of a curve; Curvature of a plane vector; Curvature and normal vectors for space curves; The TNB Frame; Finding the TNB Frame; Partial Derivatives; Limits and continuity in higher dimensions; First order partial Derivatives; Second order partial Derivatives; Partial Derivatives of still higher order; Tangent planes and differentials; Estimating the change in (f) in a direction (u); Linearization.